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INFORMS Philadelphia – 2015

406

3 - Optimizing Electric Bus Operations and Charging Station

Deployment in Singapore

Tachun Lin, Assistant Professor, Bradley University, 1501 W

Bradley Ave, Peoria, IL, 61625, United States of America,

djlin@fsmail.bradley.edu

, Zhili Zhou

In this study, we build a framework for electric bus deployment in urban area,

which supports charging facility deployment and impacts analysis on both traffic

network and power grid with limited data sources. This framework can be utilized

as a test bed for cities considering electric bus adoption and as a fundamental

structure for exploring the impacts of electric vehicles to local power distribution

networks.

WB18

18-Franklin 8, Marriott

Optimization Combinatorial II

Contributed Session

Chair: Chong Hyun Park, PhD Candidate, Purdue University, 403 W.

State St., West Lafayette, IN, 47907, United States of America,

park456@purdue.edu

1 - Procedures for The Bin Packing Problem with

Precedence Constraints

Jordi Pereira, Universidad Adolfo Ibáñez, Avda. Pedro Hurtado

750, Viña del Mar, Chile,

jorge.pereira@uai.cl

The bin packing problem with precedence constraints is a recently proposed

variation of the bin packing problem, which corresponds to a basic model

featuring many underlying characteristics of several scheduling and assembly line

balancing problems. In this work we propose a dynamic programming based

heuristic, and a modified exact enumeration procedure. These methods use

several new lower bounds and dominance rules. The results show the

effectiveness of the proposed methods.

2 - Does Road Network Density Matter in Optimally

Locating Facilities?

Johan Hakansson, Professor, Dalarna University, Sweden,

Hügskolan Dalarna, 79188 Falun, Falun, 79188, Sweden,

jhk@du.se

, Pascal Rebreyend, Xiaoyun Zhao

The aim is to investigate how the density of a road network affects solutions of

heuristics by applying the specific case of p-median model in finding optimal

location of facilities. The specific experiments are conducted by optimally locating

5 to 50 facilitates on a complex road network of Dalarna, Sweden. Two different

heuristics being the vertex-substitution method and the simulated annealing

algorithm are applied to solve the p-median problem to have a benchmark and

validated performance.

3 - Statistical Bounds in Combinatorial Optimization

Xiangli Meng, Dr, Dalarna University, Dalarna University, Falun,

Da, 79188, Sweden,

xme@du.se,

Kenneth Carling

We use statistical optimum estimation techniques (SOETs) to assess the quality of

heuristic solutions in combinatorial optimization. We examine the performance of

different implementations of SOETs and compare with deterministic bounds.

Performance is assessed by extensive computer experiments on test problems. We

find SOET to give (substantially ) tighter gap that deterministic bounds, but SOET

needs to be applied cautiously.

4 - Parametric Approaches to Fractional Combinatorial Problems:

Analytical and Computational Studies

Chong Hyun Park, PhD Candidate, Purdue University, 403 W.

State St., West Lafayette, IN, 47907, United States of America,

park456@purdue.edu

, Yanjun Li, Robert Plante

A parametric modeling approach provides effective technique for obtaining

optimal solutions of the linear fractional combinatorial optimization problems. We

consider two algorithms for solving the parametric model and investigate the

efficiency of the algorithms both theoretically and computationally. For the

computational study, the algorithms are used to solve fractional knapsack

problems and are compared to other algorithms (e.g., Newton’s method).

5 - Combinatorial Auctions with Items Arranged in Rows

Dries Goossens, Ghent University, Tweekerkenstraat 2, Gent,

9000, Belgium,

Dries.Goossens@ugent.be

, Bart Vangerven,

Frits Spieksma

We consider combinatorial auctions of similar goods (seats, land, ...) that can be

arranged in rows. We describe a dynamic programming algorithm which, for a 2-

row problem with connected and gap-free bids, solves the winner determination

problem optimally in polynomial time. We also study a number of extensions,

and generalize our result to a setting with connected bids in a 3-row problem.

Finally, we study the complexity for bids in a grid, complementing known results

in literature.

WB19

19-Franklin 9, Marriott

Retail Analytics and Optimization

Sponsor: Computing Society

Sponsored Session

Chair: Tulay Flamand, University of Massachusetts, Amherst, Isenberg

School of Management, 121 Presidents Drive, Amherst, MA, 01003,

United States of America,

tulayvarol@gmail.com

1 - Maximizing Impulse Buying via Store-wide Shelf Space Analytics

Bacel Maddah, Associate Professor, American University of

Beirut, Beirut, Beirut, Lebanon,

bacel.maddah@aub.edu.lb

,

Tulay Flamand, Ahmed Ghoniem

Impulse (unplanned) buying constitutes a common shopping behavior. We

investigate how retailers can optimize product shelf allocation in a fashion that

improves product visibility to consumers and maximizes impulse buying. We

examine the interplay between a retail store layout, the location of products, and

their allocated shelf space with the notion of impulse buying. Specifically, we

develop and analyze a mixed-integer nonlinear program (NLP) that allocates shelf

space to product categories.

2 - Optimization Approaches for Generalized Assignment Problems

with Location/allocation Considerations

Tulay Flamand, University of Massachusetts, Amherst, Isenberg

School of Management, 121 Presidents Drive, Amherst, MA,

01003, United States of America,

tulayvarol@gmail.com,

Ahmed Ghoniem, Mohamed Haouari

We address a novel type of generalized assignment problems with

location/allocation considerations that arise in retail shelf space allocation. Single-

and multiple-knapsack variants of this problem are formulated along with

modeling enhancements. Our proposed branch-and-price algorithm yields

significant computational savings over the branch-and-bound/cut algorithm in

CPLEX for challenging instances.

3 - Dynamic Assortment Planning under Cross-selling and

Cannibalization Effects

Ameera Ibrahim, Assistant Professor, Saint Mary’s College of

California, 1928 St. Marys Rd, Moraga, CA, 94556,

United States of America,

ai7@stmarys-ca.edu

, Ahmed Ghoniem,

Bacel Maddah

We study the problem where a decision-maker optimizes the assortment and

release times of products that belong to different categories over a multi-period

horizon. Products have a longevity over which their attractiveness decays while

being positively or negatively impacted by the specific mix of products that were

introduced. We propose a 0-1 fractional program that employs an attraction

demand model. A mixed-integer linear reformulation is developed that enables

exact solutions to the problem.

WB21

21-Franklin 11, Marriott

Operations Research Applications in Vaccine Pricing

and Distribution

Sponsor: Health Applications

Sponsored Session

Chair: Maryam Hasanzadeh Mofrad, University of Pittsburgh,

1048 Benedum Hall, Pittsburgh, 15261, United States of America,

hasanzadeh.mofrad@gmail.com

1 - Exploring Market Segmentation in a Centralized Vaccine Market

under Stochastic Reservation Prices

Galo Mosquera, Vaccine Access And Affordability In a Centralized

Market Under Stochastic Reservation Prices, Rochester Institute

of Technology, 81 Lomb Memorial Drive, Rochester, NY, 14623,

United States of America,

gem9454@mail.rit.edu

, Ruben Proano

We consider a vaccine market in which, a monopsonistic entity aims to maximize

total social surplus and the willingness to pay for different vaccines are stochastic.

Preliminary experimental results show that increasing the number of market

segments has undesirable effects on the profitability and affordability of key

market segments.

WB18